Geometry with Algebra
This unit starts with the introduction of angles and works its way through, measuring and finding angles, names of polygons, interior and exterior angles of polygons, and finishes with perimeter, and area of polygons.
Here's a sneak peek of the unit:
Lesson 1 – Angles
Lesson 2 – Measuring Angles
Lesson 3 – Drawing Angles
Lesson 4 – Tri”angles”
Lesson 5 – Straight Angles
Lesson 6 – Triangles & Angles
Lesson 7 – Triangles
Lesson 8 – Naming Triangles
Lesson 9 – Constructing Triangles
Lesson 10 – Triangle Desks
Lesson 11 – Interior Angles
Lesson 12 – Quadrilateral Interior Angles
Lesson 13 – Polygons
Lesson 14 – Working With Polygons
Lesson 15 – Congruency
Lesson 16 – Mid-Unit Review
Lesson 17 - Perimeter of Polygons
Lesson 18 - Using Perimeter
Lesson 19 - Perimeter Design Activity
Lesson 20 – Perimeter Formulas
Lesson 21 – Regular Polygon Perimeter Formulas
Lesson 22 – Area of a Rectangle
Lesson 23 – Area of a Quadrilateral
Lesson 24 – Investigating Circles
Lesson 25 – Radius and Diameter of a Circle
Lesson 26 - Circumference of a Circle
Lesson 27 – Finding Area
Aligns with Saskatchewan Outcomes:
Demonstrate understanding of angles including:
identifying examples classifying angles
estimating the measure
determining angle measures in degrees
drawing angles
applying angle relationships in triangles and quadrilaterals.
Extend and apply understanding of perimeter of polygons, area of rectangles, and volume of right rectangular prisms (concretely, pictorially, and symbolically) including:
relating area to volume
comparing perimeter and area
comparing area and volume
generalizing strategies and formulae
analyzing the effect of orientation
solving situational questions.
Demonstrate understanding of regular and irregular polygons including:
classifying types of triangles
comparing side lengths
comparing angle measures
differentiating between regular and irregular polygons
analyzing for congruence.
Demonstrate an understanding of circles including circumference and central angles.
Demonstrate an understanding of 2-D relationships involving lines and angles.